Assume that money demand takes the form where (Y=1,000) and (r=0.1). a. Assume that, in the short
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Assume that money demand takes the form
where \(Y=1,000\) and \(r=0.1\).
a. Assume that, in the short run, \(\pi^{e}\) is constant and equal to \(25 \%\). Calculate the amount of seignorage for each annual rate of money growth, \(\Delta \mathrm{M} / \mathrm{M}\), listed.
a. \(25 \%\)
b. \(50 \%\)
c. \(75 \%\)
b. In the medium run, \(\pi^{e}=\pi=\Delta \mathrm{M} / \mathrm{M}\). Compute the amount of seignorage associated with the three rates of annual money growth in part
a. Explain why the answers differ from those in part a.
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